Examples of 'rotation matrix' in a sentence

Meaning of "rotation matrix"

A rotation matrix is a mathematical matrix used in linear algebra to represent a rotation transformation in a three-dimensional space. It is a square matrix that describes the rotation of a vector or a coordinate system around a fixed point or axis

How to use "rotation matrix" in a sentence

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rotation matrix
Is a rotation matrix its inverse is its transpose.
Rot represents a carrier element rotation matrix.
We can convert the rotation matrix to a quaternion.
Bivectors are related to the eigenvalues of a rotation matrix.
In that case the rotation matrix is time dependent.
This analysis is based on the rotation matrix.
The rotation matrix is an orthogonal matrix.
The algorithm employs mostly rotation matrix theory.
The rotation matrix has therefore only one independent parameter.
On the calculation of euler angles from a rotation matrix.
Represent the same rotation matrix by axis and angle.
They are related to the eigenvalues and eigenvectors of a rotation matrix.
The trace of a rotation matrix will be equal to the sum of its eigenvalues.
This is the final rotation matrix.
The properties of a rotation matrix are such that its inverse is equal to its transpose.

See also

Programming is all in the rotation matrix.
Is a rotation matrix.
We sometimes need to generate a uniformly distributed random rotation matrix.
Registered images with associated rotation matrix data may be saved to disk.
The rotation matrix is expressed by the following Math.
Bivectors are also related to the rotation matrix in n dimensions.
The rotation matrix MR receives a signal carrying an address AdrD for the beginning of a search.
R is called the rotation matrix.
Determining a rotation matrix based at least in part on the constructed matrix ;.
Which is a multiple of a rotation matrix.
The algorithm generated a rotation matrix that mapped between the coordinate systems.
The sum of the diagonal elements of the rotation matrix which is.
Therefore formula 12 is a rotation matrix and in a time dt is an infinitesimal rotation matrix.
The matrix is a two-dimensional rotation matrix.
Further, the phase rotation matrix is a diagonal matrix.
This would involve a three-dimensional rotation matrix.
The output circulator MRS is a rotation matrix similar to the circulator MRE.
In the limit, we will have an infinitesimal rotation matrix.
That is, the elements of a rotation matrix are not all completely independent.
Because a and b in the multi-dimensional rotation matrix.
Technically, a normal represents a rotation matrix from one coordinate system to another.
Computes the device's orientation based on the rotation matrix.
The inverse of a rotation matrix is its transpose, which is also a rotation matrix,.
A matrix multiplied with the first rotation matrix may be identified.
For example, an arithmetic mean of several rotation matrices is not a rotation matrix.
For any angle θ define the rotation matrix EPMATHMARKEREP.
This computation is quicker as it only uses one two-dimensional rotation matrix.
In fact, we may have a separate rotation matrix to each subvolume of our mapping space.
At this point, forget about that there is even a rotation matrix.
The multi-dimensional rotation matrix for rotating a multi-dimensional constellation may be normalized or unnormalized.
The quaternion so obtained will correspond to the rotation matrix closest to the given matrix.
Mathematically, the active operation of a rotation is performed by multiplying position vectors by a rotation matrix.
In pseudocode the rotation matrix is expressed as, EPMATHMARKEREP.
This is unavoidable ; an M with negative determinant has no uniquely defined closest rotation matrix.
Note that the multi-dimensional rotation matrix shown in Math.

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In left rotation the safety clutch is deactivated
I would estimate a half rotation before it is over
Its rotation is guided by the drive shaft
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Examples of using Matrix
Proposed matrix of activities for cancer therapy
Mass of each version a matrix shall be provided
The matrix of key controls is currently being updated
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